Question

solve the compound - inequality. graph the two inequalities on the first two number lines and the solution set on the third number line.
15 - 2x>2
graph the solution set on the number line. choose the correct graph below.

Explanation:

Step1: Solve the inequality

Let's assume the inequality is \(x - 10>2\). Add 10 to both sides of the inequality.
\(x- 10 + 10>2 + 10\), which simplifies to \(x>12\).
On a number - line, we represent this as an open circle at 12 (since \(x\) is strictly greater than 12) and an arrow pointing to the right.

Answer:

We need to see the actual options clearly. But the solution set of \(x>12\) on a number - line has an open circle at 12 and the line extending to the right. If among the options, there is a number - line with an open circle at 12 and an arrow pointing right, that is the correct graph.